(21-11) Thermodynamics problem help

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The problem involves a gas compression where the volume decreases from 2.0 liters to 0.50 liters under a constant external pressure of 0.25 atm, with 75 J of energy flowing out. To find the work done by the gas, the equation W = PΔV can be applied, considering the pressure and change in volume. The energy flowing out is assumed to be heat flow (Q), and the First Law of Thermodynamics, ΔE = Q - W, will be used to determine the change in internal energy. It's important to pay attention to the signs of work and energy when performing calculations. This approach will lead to the solution of the thermodynamics problem.
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Homework Statement



The volume of a gas is decreased by a constant external pressure of 0.25 atm, changing from 2.0 liters to 0.50 liters. During this compression, 75 J of energy flows out of the gas. Find the work done by the gas and its change in internal energy.



Homework Equations



First Law of Thermodynamics= ΔE=Q - W




The Attempt at a Solution



Is 75 J of energy the final energy

I'm not too sure on how to find the Q or W

I'm not too sure on how to complete this problem

Could someone me help on how to start the problem
 
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qspartan570 said:

Homework Statement



The volume of a gas is decreased by a constant external pressure of 0.25 atm, changing from 2.0 liters to 0.50 liters. During this compression, 75 J of energy flows out of the gas. Find the work done by the gas and its change in internal energy.

Homework Equations



First Law of Thermodynamics= ΔE=Q - W
I think that we are to assume that the energy flows out of the gas in the form of heat flow, Q. I think we are also supposed to assume that the work done by the gas, W = PΔV. With those assumptions you should be able to solve this. Be careful about the sign of the work.

AM
 
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